Once you’ve raced, you never forget it…and you never get over it.
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | |
|---|---|---|---|---|---|---|---|---|---|---|
| Driver | KSC | Sofaking | Оверченко | Евмененко | GoldMaster04 | Большаков | Vladimir Lobachev | ZKA24 | саша | Куксенко |
| Kart | 23 | 19 | 26 | 28 | 29 | 30 | 24 | 27 | 18 | 15 |
| 1 | 53.435 P2 +0.168 +0.168 | 51.960 P5 +1.340 +0.081 | 52.838 P3 +1.251 +1.083 | 52.460 P1 | 51.988 P8 +3.038 +0.698 | 52.320 P4 +1.259 +0.008 | 51.592 P6 +1.860 +0.520 | 52.622 P9 +3.303 +0.265 | 52.471 P7 +2.340 +0.480 | 52.023 P10 +3.466 +0.163 |
| 2 | 49.667 P2 +0.154 +0.154 | 50.006 P3 +1.665 +1.511 | 50.806 P5 +2.376 +0.290 | 49.681 P1 | 50.290 P8 +3.647 +0.026 | 50.508 P4 +2.086 +0.421 | 50.455 P6 +2.634 +0.258 | 50.569 P9 +4.191 +0.544 | 50.962 P7 +3.621 +0.987 | 51.034 P10 +4.819 +0.628 |
| 3 | 49.673 P2 +0.226 +0.226 | 49.736 P3 +1.800 +1.574 | 49.501 P5 +2.276 +0.242 | 49.601 P1 | 50.193 P7 +4.239 +1.473 | 49.549 P4 +2.034 +0.234 | 49.733 P6 +2.766 +0.490 | 50.264 P9 +4.854 +0.433 | 50.401 P8 +4.421 +0.182 | 50.235 P10 +5.453 +0.599 |
| 4 | 49.419 P2 +0.145 +0.145 | 49.440 P3 +1.740 +1.595 | 49.987 P4 +2.763 +1.023 | 49.500 P1 | 50.046 P6 +4.785 +1.193 | 58.491 P10 +11.025 +4.548 | 50.326 P5 +3.592 +0.829 | 50.374 P8 +5.728 +0.372 | 50.435 P7 +5.356 +0.571 | 50.524 P9 +6.477 +0.749 |
| 5 | 49.400 P2 +0.136 +0.136 | 49.666 P3 +1.997 +1.861 | 49.552 P4 +2.906 +0.909 | 49.409 P1 | 49.738 P6 +5.114 +1.295 | 49.508 P10 +11.124 +3.867 | 49.636 P5 +3.819 +0.913 | 49.731 P8 +6.050 +0.329 | 49.774 P7 +5.721 +0.607 | 50.189 P9 +7.257 +1.207 |
| 6 | 49.343 P2 +0.121 +0.121 | 49.489 P3 +2.128 +2.007 | 49.449 P4 +2.997 +0.869 | 49.358 P1 | 49.491 P6 +5.247 +0.655 | 49.665 P10 +11.431 +2.975 | 50.131 P5 +4.592 +1.595 | 49.716 P8 +6.408 +0.451 | 49.594 P7 +5.957 +0.710 | 50.557 P9 +8.456 +2.048 |
| 7 | 49.302 P2 +0.123 +0.123 | 49.407 P3 +2.235 +2.112 | 49.354 P4 +3.051 +0.816 | 49.300 P1 | 49.021 P6 +4.968 +0.150 | 49.255 P10 +11.386 +2.107 | 49.526 P5 +4.818 +1.767 | 49.823 P8 +6.931 +0.700 | 49.574 P7 +6.231 +1.263 | 50.123 P9 +9.279 +2.348 |
| 8 | 49.434 P2 +0.116 +0.116 | 49.785 P3 +2.579 +2.463 | 49.422 P4 +3.032 +0.453 | 49.441 P1 | 49.561 P6 +5.088 +0.352 | 49.497 P10 +11.442 +1.494 | 49.359 P5 +4.736 +1.704 | 49.643 P8 +7.133 +0.716 | 49.627 P7 +6.417 +1.329 | 50.110 P9 +9.948 +2.815 |
| 9 | 49.333 P2 +0.213 +0.213 | 49.427 P3 +2.770 +2.557 | 49.363 P4 +3.159 +0.389 | 49.236 P1 | 49.545 P6 +5.397 +0.317 | 49.441 P10 +11.647 +0.851 | 49.580 P5 +5.080 +1.921 | 49.712 P8 +7.609 +0.898 | 49.530 P7 +6.711 +1.314 | 50.084 P9 +10.796 +3.187 |
| 10 | 49.257 P2 +0.228 +0.228 | 49.454 P3 +2.982 +2.754 | 49.453 P4 +3.370 +0.388 | 49.242 P1 | 49.774 P5 +5.929 +2.559 | 49.468 P10 +11.873 +0.293 | 50.229 P6 +6.067 +0.138 | 49.659 P8 +8.026 +0.759 | 49.798 P7 +7.267 +1.200 | 50.026 P9 +11.580 +3.554 |
| 11 | 49.440 P2 +0.154 +0.154 | 49.546 P3 +3.014 +2.860 | 49.557 P4 +3.413 +0.399 | 49.514 P1 | 51.445 P6 +7.860 +0.251 | 49.782 P9 +12.141 +3.644 | 51.056 P5 +7.609 +4.196 | 49.985 P8 +8.497 +0.344 | 50.400 11l P7 +8.153 +0.293 | 50.611 P10 +12.677 +0.536 |
| 12 | 49.452 P2 +0.120 +0.120 | 50.178 P3 +3.706 +3.586 | 50.028 P4 +3.955 +0.249 | 49.486 P1 | 49.805 P5 +8.179 +4.224 | 49.737 P8 +12.392 +3.599 | 50.074 P6 +8.197 +0.018 | 49.782 P7 +8.793 +0.596 | 1:21.446 P10 +40.113 +27.048 | 49.874 P9 +13.065 +0.673 |
| 13 | 49.434 P1 | 50.558 P4 +4.710 +0.046 | 50.263 P3 +4.664 +4.479 | 49.739 P2 +0.185 +0.185 | 50.274 P5 +8.899 +4.189 | 49.314 P8 +12.152 +2.895 | 50.265 P6 +8.908 +0.009 | 50.018 P7 +9.257 +0.349 | 51.367 P10 +41.926 +28.162 | 50.253 P9 +13.764 +1.612 |
| 14 | 49.460 P1 | 49.970 P4 +5.220 +0.291 | 49.725 P3 +4.929 +4.765 | 49.439 P2 +0.164 +0.164 | 50.606 P5 +10.045 +4.825 | 49.418 P8 +12.110 +1.592 | 51.070 P7 +10.518 +0.168 | 50.553 P6 +10.350 +0.305 | 51.017 P10 +43.483 +29.062 | 50.117 P9 +14.421 +2.311 |
| 15 | 49.388 P1 | 49.249 P4 +5.081 +0.203 | 49.337 P3 +4.878 +4.767 | 49.335 P2 +0.111 +0.111 | 49.538 P5 +10.195 +5.114 | 49.726 P8 +12.448 +1.814 | 49.504 P7 +10.634 +0.204 | 49.468 P6 +10.430 +0.235 | 50.653 P10 +44.748 +29.669 | 50.046 P9 +15.079 +2.631 |
| 16 | 49.461 P1 | 49.476 P4 +5.096 +0.119 | 49.560 P3 +4.977 +4.787 | 49.540 P2 +0.190 +0.190 | 49.629 P5 +10.363 +5.267 | 49.552 P8 +12.539 +1.822 | 49.544 P7 +10.717 +0.149 | 49.599 P6 +10.568 +0.205 | 50.247 P10 +45.534 +29.851 | 50.065 P9 +15.683 +3.144 |
| 17 | 49.225 P1 | 49.579 P4 +5.450 +0.221 | 49.477 P3 +5.229 +5.022 | 49.242 P2 +0.207 +0.207 | 49.583 P5 +10.721 +5.271 | 49.264 P8 +12.578 +1.349 | 49.737 P7 +11.229 +0.182 | 49.704 P6 +11.047 +0.326 | 50.129 P10 +46.438 +30.002 | 49.978 P9 +16.436 +3.858 |
| 18 | 49.443 P1 | 49.423 P4 +5.430 +0.153 | 49.491 P3 +5.277 +5.161 | 49.352 P2 +0.116 +0.116 | 50.718 P7 +11.996 +0.328 | 49.457 P8 +12.592 +0.596 | 49.882 P6 +11.668 +0.145 | 49.919 P5 +11.523 +6.093 | 49.962 P10 +46.957 +29.922 | 50.042 18l P9 +17.035 +4.443 |
| 19 | 49.289 P1 | 49.462 P4 +5.603 +0.006 | 49.609 19l P3 +5.597 +5.405 | 49.365 P2 +0.192 +0.192 | 50.087 P7 +12.794 +0.200 | 50.267 P8 +13.570 +0.776 | 50.215 P6 +12.594 +0.113 | 50.247 P5 +12.481 +6.878 | 50.264 P9 +47.932 +34.362 | 1:23.268 P10 +1l (~50.751) +2.819 |
| 20 | 49.641 P1 | 49.842 P3 +5.804 +5.587 | 1:17.913 P8 +33.869 +20.538 | 49.666 P2 +0.217 +0.217 | 49.888 P6 +13.041 +0.269 | 49.402 P7 +13.331 +0.290 | 49.819 P5 +12.772 +0.164 | 49.768 20l P4 +12.608 +6.804 | 49.969 P9 +48.260 +14.391 | 52.045 P10 +1l (~53.509) +5.249 |
| 21 | 49.341 P1 | 49.719 P3 +6.182 +5.962 | 50.080 P7 +34.608 +20.217 | 49.344 P2 +0.220 +0.220 | 49.721 P4 +13.421 +7.239 | 50.401 P6 +14.391 +0.238 | 50.722 21l P5 +14.153 +0.732 | 1:17.717 P8 +40.984 +6.376 | 50.116 P9 +49.035 +8.051 | 51.513 P10 +1l (~55.832) +6.797 |
| 22 | 49.177 P1 | 49.548 P3 +6.553 +5.916 | 49.992 P6 +35.423 +20.667 | 49.594 22l P2 +0.637 +0.637 | 49.586 P4 +13.830 +7.277 | 49.542 P5 +14.756 +0.926 | 1:17.216 P7 +42.192 +6.769 | 50.616 P8 +42.423 +0.231 | 50.084 P9 +1l (~49.948) +7.525 | 51.305 P10 +1l (~57.690) +7.742 |
| 23 | 49.662 P1 | 49.607 P2 +6.498 +6.498 | 49.634 P6 +35.395 +6.381 | 1:18.039 P5 +29.014 +14.387 | 49.808 23l P3 +13.976 +7.478 | 49.533 P4 +14.627 +0.651 | 50.091 P7 +42.621 +7.226 | 50.353 P8 +43.114 +0.493 | 49.580 P9 +1l (~49.818) +6.704 | 50.444 P10 +1l (~58.523) +8.705 |
| 24 | 49.437 P1 | 49.620 P2 +6.681 +6.681 | 49.610 P5 +35.568 +5.586 | 50.405 P4 +29.982 +15.234 | 1:17.527 P6 +42.066 +6.498 | 49.558 24l P3 +14.748 +8.067 | 49.912 P7 +43.096 +1.030 | 50.029 P8 +43.706 +0.610 | 49.961 P9 +1l (~50.266) +6.560 | 50.172 P10 +1l (~59.174) +8.908 |
| 25 | 49.558 25l P1 | 49.850 P2 +6.973 +6.973 | 49.489 P4 +35.499 +4.879 | 50.196 P3 +30.620 +23.647 | 50.211 P5 +42.719 +7.220 | 1:18.146 P6 +43.336 +0.617 | 50.719 P8 +44.257 +0.158 | 49.951 P7 +44.099 +0.763 | 49.881 14l P9 +50.707 +6.450 | 50.458 P10 +1l (~60.326) +9.619 |
| 26 | 1:18.478 P2 +21.751 +21.751 | 49.754 P1 | 49.275 P4 +28.047 +4.041 | 50.113 P3 +24.006 +2.255 | 50.267 P6 +36.259 +0.032 | 49.618 P5 +36.227 +8.180 | 49.771 P8 +37.301 +0.145 | 49.784 P7 +37.156 +0.897 | 1:16.966 P10 +1l (~70.883) +16.812 | 50.704 P9 +1l (~54.071) +16.770 |
| 27 | 49.493 P2 +21.194 +21.194 | 50.050 27l P1 | 49.560 P4 +27.557 +3.589 | 50.012 P3 +23.968 +2.774 | 49.804 P6 +36.013 +0.401 | 49.435 P5 +35.612 +8.055 | 49.842 P8 +37.093 +0.143 | 49.844 P7 +36.950 +0.937 | 50.391 P10 +1l (~71.050) +16.711 | 50.277 9l P9 +54.339 +17.246 |
| 28 | 49.925 P1 | 1:17.006 P3 +5.887 +3.178 | 49.587 P4 +6.025 +0.138 | 49.860 P2 +2.709 +2.709 | 49.642 P6 +14.536 +0.568 | 49.475 P5 +13.968 +7.943 | 49.898 P8 +15.872 +0.213 | 49.828 P7 +15.659 +1.123 | 50.515 P9 +1l (~50.519) +34.647 | 1:17.115 P10 +1l (~60.240) +9.721 |
| 29 | 49.571 P1 | 50.122 P4 +6.438 +0.349 | 49.635 10l P3 +6.089 +3.039 | 49.912 P2 +3.050 +3.050 | 49.365 P6 +14.330 +0.613 | 49.320 P5 +13.717 +7.279 | 49.760 P8 +16.061 +0.334 | 49.639 P7 +15.727 +1.397 | 50.020 P9 +1l (~50.969) +34.908 | 50.271 P10 +1l (~60.924) +9.955 |
| 30 | 49.358 P1 | 50.340 P3 +7.420 +3.824 | 1:17.037 P8 +33.768 +17.250 | 49.904 8l P2 +3.596 +3.596 | 49.321 P5 +14.293 +0.686 | 49.248 P4 +13.607 +6.187 | 49.815 P7 +16.518 +0.239 | 49.910 P6 +16.279 +1.986 | 49.872 P9 +1l (~51.621) +17.853 | 50.224 P10 +1l (~61.900) +10.279 |
| 31 | 49.327 P1 | 49.877 P2 +7.970 +7.970 | 49.768 P8 +34.209 +1.917 | 1:18.023 P7 +32.292 +15.185 | 49.520 P4 +14.486 +1.057 | 49.149 7l P3 +13.429 +5.459 | 49.916 P6 +17.107 +0.174 | 49.981 P5 +16.933 +2.447 | 49.618 P9 +1l (~51.984) +17.775 | 50.282 P10 +1l (~62.848) +10.864 |
| 32 | 49.439 P1 | 49.964 P2 +8.495 +8.495 | 49.593 P7 +34.363 +1.123 | 50.387 P6 +33.240 +14.704 | 49.549 9l P3 +14.596 +6.101 | 1:17.295 P8 +41.285 +6.922 | 50.790 P4 +18.458 +3.862 | 51.042 P5 +18.536 +0.078 | 49.918 P9 +1l (~52.446) +11.161 | 50.084 P10 +1l (~63.680) +11.234 |
| 33 | 49.691 P1 | 49.949 P2 +8.753 +8.753 | 49.384 P6 +34.056 +0.132 | 50.375 P5 +33.924 +14.574 | 1:17.659 P7 +42.564 +8.508 | 51.279 P8 +42.873 +0.309 | 50.583 P4 +19.350 +0.137 | 50.368 13l P3 +19.213 +10.460 | 49.772 P9 +1l (~52.454) +9.581 | 50.219 P10 +1l (~64.016) +11.562 |
| 34 | 49.751 P1 | 50.086 P2 +9.088 +9.088 | 49.454 P4 +33.759 +14.064 | 50.405 P5 +34.578 +0.819 | 50.508 P6 +43.321 +8.743 | 50.306 P7 +43.428 +0.107 | 50.096 13l P3 +19.695 +10.607 | 1:16.844 P8 +46.306 +2.878 | 49.908 P9 +1l (~52.582) +6.276 | 50.041 P10 +1l (~64.236) +11.654 |
| 35 | 49.348 P1 | 49.960 P2 +9.700 +9.700 | 49.499 P3 +33.910 +24.210 | 50.094 P4 +35.324 +1.414 | 51.144 P5 +45.117 +9.793 | 51.772 P6 +45.852 +0.735 | 1:16.201 P7 +46.548 +0.696 | 49.933 P8 +46.891 +0.343 | 50.252 10l P9 +1l | 50.217 8l P10 +1l |
| 36 | 49.457 11l P1 | 50.204 9l P2 +10.447 +10.447 | 49.315 7l P3 +33.768 +23.321 | 50.051 6l P4 +35.918 +2.150 | 50.373 4l P5 +46.033 +10.115 | 49.924 5l P6 +46.319 +0.286 | 49.642 2l P7 +46.733 +0.414 | 49.488 3l P8 +46.922 +0.189 | ||
| Gap | +10.447 | +33.768 | +35.918 | +46.033 | +46.319 | +46.733 | +46.922 | +1l (~52.582) | +1l (~64.236) | |
| Best | 49.177 | 49.249 | 49.275 | 49.236 | 49.021 | 49.149 | 49.359 | 49.468 | 49.530 | 49.874 |
| Avg | 50.375 | 50.591 | 51.266 | 51.350 | 51.534 | 51.600 | 51.575 | 51.568 | 51.842 | 52.129 |
| Dev | 4.797 | 4.489 | 6.386 | 6.497 | 6.349 | 6.530 | 6.117 | 6.261 | 6.782 | 6.968 |
| S1 kart | 23 | 19 | 26 | 28 | 29 | 30 | 24 | 27 | 18 | 15 |
| S1 laps | 25 | 27 | 19 | 22 | 23 | 24 | 21 | 20 | 11 | 18 |
| S1 best | 49.177 | 49.249 | 49.337 | 49.236 | 49.021 | 49.255 | 49.359 | 49.468 | 49.530 | 49.874 |
| S1 avg | 49.586 | 49.770 | 49.830 | 49.583 | 50.014 | 50.110 | 50.116 | 50.057 | 50.233 | 50.327 |
| S1 dev | 0.796 | 0.512 | 0.796 | 0.644 | 0.650 | 1.856 | 0.582 | 0.666 | 0.839 | 0.496 |
| S2 kart | 29 | 23 | 18 | 27 | 24 | 28 | 26 | 15 | 101 | 102 |
| S2 laps | 11 | 9 | 10 | 8 | 9 | 7 | 13 | 13 | 14 | 9 |
| S2 best | 49.327 | 49.877 | 49.275 | 49.860 | 49.321 | 49.149 | 49.760 | 49.639 | 49.580 | 50.172 |
| S2 avg | 49.536 | 50.062 | 49.651 | 50.057 | 49.709 | 49.374 | 50.099 | 50.112 | 50.248 | 50.864 |
| S2 dev | 0.187 | 0.145 | 0.232 | 0.181 | 0.337 | 0.154 | 0.362 | 0.389 | 0.471 | 0.633 |
| S3 kart | 19 | 102 | 27 | 18 | 24 | 28 | 30 | 101 | ||
| S3 laps | 7 | 6 | 4 | 5 | 2 | 3 | 10 | 8 | ||
| S3 best | 49.315 | 50.051 | 50.373 | 49.924 | 49.642 | 49.488 | 49.618 | 50.041 | ||
| S3 avg | 49.502 | 50.262 | 50.675 | 50.820 | 49.642 | 49.710 | 50.029 | 50.191 | ||
| S3 dev | 0.147 | 0.156 | 0.336 | 0.739 | 0.000 | 0.223 | 0.280 | 0.086 |